231HW13-S10 - HW 13: (a): Oneway Analysis of Ratio By Van...

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Unformatted text preview: HW 13: (a): Oneway Analysis of Ratio By Van Oneway Anova Summary of Fit quuare Adj quuare Root Mean Square Error Mean of Response Observations (or Sum Wgts) Analysis of Variance 0.994908 0.993733 0.003666 1 .020176 17 Source DF Sum of Squares Van 3 003413377 Error 13 000017470 C. Total 16 0.0343084? Means for Oneway Anova Level Number Mean Std Error 1 4 1.09300 0.00183 2 4 0.96625 0.00183 3 5 1.01940 0.00164 4 4 1.00225 0.00183 Std Error uses a pooled estimate of error variance Means and Std Deviations Level Number 1 4 2 4 3 5 4 4 Mean 1 .09300 0.96625 1 .01940 1 .00225 Mean Square 0.01 1378 0.000013 Lower 95% 1.0890 0.9623 1 .0159 0.9983 Std Dev Std Err Mean 0.002449 0.003304 0.005459 0.001258 0.00122 0.00165 0.00244 0.00063 F Ratio Prob > F 846.6686 <.0001* Upper 95% 1.0970 0.9702 1.0229 1.0062 Lower 95% Upper 95% 1.0891 1.0969 0.9610 0.9715 1.0126 1.0262 1.0002 1.0043 Distributions Ratio stdized by Van Normal(—1e-14,0.90139) Quantiles 100.0% maximum 1.39076 99.5% 1.39076 97.5% 1.39076 90.0% 1.25795 75.0% quartile 065947 50.0% median 0 25.0% quartile -0.596 10.0% -1.3734 2.5% -1.7219 0.5% -1 .7219 0.0% minimum ~1.7219 Moments Mean —1.42e-14 Std Dev 0.9013878 Std Err Mean 0.2186187 Upper 95% Mean 0.4634509 Lower 95% Mean . 0463451 N 17 Fitted Normal Parameter Estimates Type Parameter Estimate Lower 95% Upper 95% Location 0 -1 .42e-14 0463451 0.4634509 Dispersion 0 0.9013878 0.6713265 1.3718482 -2log(Likelihood) = 43.7140409277287 Diagnostic Plot 0.95 0.9 g 0.8 .5 m .0 O 5: 05 a E 2 0.2 .0 .s 0.05 -2 4.5 —1 ~05 0 0.5 1 1.5 Ratio stdized by Van Since the 17 standardized residuals could fit into one straight line well, the assumption of normality seems to hold. HWB : (LL) Kb) 00 00M mmyubm are 05 W030; .‘ M: fib+€éf Vial/2,3,4 v €- 2I 'U/ niz‘j’} 07‘ 000 0'0 fwl ; 9% Norm(0, 61) ,2 M90 00 JHP wime Jjoom 00 000000 05 K000 (‘4..00r0f2001’0 5000 (N NE) 0.003656 0 jyocxibz (an. 55 WNW (0.100101%er <15 fQZZDM ’, #00ng f (A — ‘ _—; g m—x M) x (000.2440 + (4 I) M00000} { VH)W~I}+ WM W [h /,+ ,0 mm (0.005450% (0—z>x(0.oo058)‘] ] “' 3 0003:1566 509M [3 J‘d/fii‘QiC 010 "700006le 5 0 05% C1 fir 40' L} Y i WIN from x 00:! 2,5,4. 13, ’ "‘Jfli 110.015,” K {iooéfl X : “WM 1.0% i gigoxonDééééXa: 7- [1.08%2 I Br 75% CI for 412 0 if; toms/(j X ,‘(ngfi :: I E 09625 , 0.9762] 0. 76625 i: 21W Momsé n’ For 95% Cl Jar 4’13 33 it Was, B x {1mm x =2 U @257 , 1.0.7.2?1 2. W6; 3: Max 00936555 H‘ ,1,» :35?» x 05203555 x J3?— «1:? C) 51:; L)? 3+ \ XX uh A —— tom»; WW >< If Hm, 1% o w M \hvafxit’a? A =’- zléox 0063565 X [gig : 0mm I 1% Wm #3 3 23 Waxy”! Hwfi / P2 m 553: (Ag—— 2W . -(wmw+mdmfi+mflKETMNMM :(44) A (3.002449); Jr PM} K (0.003%); + (5‘!) X {OME‘WV +mewwfi : 000027470 I 4E.“ “A 4’“ g____ik2 wm:§%mww» :gflm RN L=J= -:(M%ATLMY+IWVT'“ :2 00345054? 550mm : fitomg " ME 7' 00341357?- HW/3 ’ Pi 3>-"~.H1 m - 4M5 gm. Fifi-.55? (0.2!) =o.001 y'wrfwc < 0.00} W) JQL MP WWW P~val4m < MUSE Wm Jo an, Jar/x a W my Um; not oil 4 Mi: NC {[151 UFQJW‘LE , XX We mm gt 9L MAI?wa 55 03f M5 at * WWW; (yam) 0034135377 3 0.01578 846.6 8‘ MK 00345054? 16 P455;ka —. Miami 2-. 0, 533575 a W: = “:5? a H mmffi “ F'Z?‘ 9* MW 1” ‘- (_ “:2. “w”:- L../\.,;;" :- ‘j m: «M?! ‘o F N 7L3 b ...
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231HW13-S10 - HW 13: (a): Oneway Analysis of Ratio By Van...

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